List of top Mathematics Questions on Algebra of Complex Numbers asked in WBJEE

If the vertices of a square z₁,z₂,z₃ and z₄ taken in the anti-clockwise order, then z₃=

Reflection of the line \(\bar{a}z\)+\(a\bar{z}\)=0 in the real axis is given by

Let $z_1$ and $z_2$ be complex numbers such that $z_1 \neq z_2$ and $| z_1| = | z_2 |$ . If Re $(z_1) > 0$ and $Im (z_2) < 0 $ ,then $\frac{z_1+ z_2}{z_1 - z_2}$ is